Calculus Lesson 25

The flashcards below were created by user cheergurl48 on FreezingBlue Flashcards.

  1. y=sinx
    Image Upload 1
  2. Image Upload 2
    Image Upload 3
  3. Image Upload 4Image Upload 5
  4. For the differential equation xy'-3y+0, verify that Image Upload 6 is a solution, and find the particular solution determined by the initial condition y=2 when x=-3
    Image Upload 7
  5. Sketch a Slope Field for the differential equation y'=x-y
    Image Upload 8
  6. Sketch a slope field for the differential equation y'=2x+y. Use the slope field to sketch the solution that passes through the point (1,1).
    Image Upload 9
  7. Image Upload 10
    Image Upload 11
  8. Image Upload 12
    Image Upload 13
  9. Image Upload 14
    Image Upload 15
  10. Image Upload 16
    Image Upload 17
  11. Determine the slopes (if possible) in the slope field at the points given in the table.
    Image Upload 18
    Image Upload 19
  12. Determine the slopes (if possible) in the slope field at the points given in the table.
    Image Upload 20
    Image Upload 21
  13. Remember!
    Image Upload 22
  14. Use Euler's Method to approximate the solution of the differential equation with n steps.
    Image Upload 23
    Image Upload 24
  15. Use Euler's Method to approximate the solution of the differential equation with n steps.
    Image Upload 25
    Image Upload 26
  16. Image Upload 27
    Image Upload 28
  17. Image Upload 29
    Image Upload 30
  18. Image Upload 31
    Image Upload 32
Author:
cheergurl48
ID:
200468
Card Set:
Calculus Lesson 25
Updated:
2013-02-14 05:30:58
Tags:
calculus integrals slope field
Folders:

Description:
Slope Fields and Euler's Method
Show Answers: